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首页> 外文期刊>Medical Physics >A small-signal approach to temporal modulation transfer functions with exposure-rate dependence and its application to fluoroscopic detective quantum efficiency.
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A small-signal approach to temporal modulation transfer functions with exposure-rate dependence and its application to fluoroscopic detective quantum efficiency.

机译:具有暴露速率依赖性的时间调制传递函数的小信号方法及其在荧光检测量子效率中的应用。

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The detective quantum efficiency (DQE) is a metric widely used in radiography to quantify system performance and as a surrogate measure of patient "dose efficiency." It has been applied previously to fluoroscopic systems with the introduction of a temporal correction factor. Calculation of this correction factor relies on measurements of the temporal modulation transfer function (MTF). However, the temporal MTF is often exposure-rate dependent, violating a necessary Fourier linearity requirement. The authors show that a Fourier analysis is appropriate for fluoroscopic systems if a "small-signal" approach is used. Using a semitransparent edge, a lag-corrected DQE is described and measured for an x-ray image intensifier-based fluoroscopic system under continuous (non-pulsed) exposure conditions. It was found that results were equivalent for both rising and falling-edge profiles independent of edge attenuation when effective attenuation was in the range of 0.1-0.6. This suggests that this range is appropriate for measuring the small-signal temporal MTF. In general, lag was greatest at low exposure rates. It was also found that results obtained using a falling-edge profile with a radiopaque edge were equivalent to the small-signal results for the test system. If this result is found to be true generally, it removes the need for the small-signal approach. Lag-corrected DQE values were validated by comparison with radiographic DQE values obtained using very long exposures under the same conditions. Lag was observed to inflate DQE measurements by up to 50% when ignored.
机译:量子探测效率(DQE)是一种广泛用于X线照相术中的指标,用于量化系统性能并作为患者“剂量效率”的替代量度。随着时间校正因子的引入,它先前已经应用于荧光镜系统。该校正因子的计算依赖于时间调制传递函数(MTF)的测量。但是,时间MTF通常取决于曝光率,这违反了必要的傅立叶线性要求。作者表明,如果使用“小信号”方法,则傅里叶分析适用于荧光镜系统。使用半透明的边缘,在连续(无脉冲)曝光条件下,针对基于X射线图像增强器的荧光镜系统描述并测量了经过滞后校正的DQE。已发现,当有效衰减在0.1-0.6范围内时,上升沿和下降沿轮廓的结果均相同,而与边缘衰减无关。这表明该范围适合于测量小信号时间MTF。通常,在低暴露率下滞后最大。还发现使用具有不透射线边缘的下降沿轮廓获得的结果与测试系统的小信号结果相同。如果发现此结果通常是正确的,则无需使用小信号方法。滞后校正的DQE值通过与在相同条件下使用非常长时间的曝光所获得的射线照相DQE值进行比较来验证。忽略时,观察到滞后会使DQE测量值提高多达50%。

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